Two containers are connected by a tube of negligible volume container (I) has `N_(2)(g)` gas at a pressure 4 atm and temperature T (K) and container (II) has 1 litre `H_(2)O(l)` at temp (T) initially. Find correct option(s) after stopcock is removed. (Aq. tension=190torr)

Two containers A and B of equal volume contain 6 g of O_(2) and SO_(2) at 300K. and 1 atm. Then

Two vessels connected by a valve of negligible volume. One container (I) has 2.8 g of N_(2) at temperature T_(1) (K) . The other container (II) is completely evacuated. The container (I) is heated to T_(2)(K) while container (II) is maintained at T_(2)//3(K) . volume of vessel (I) is half that of vessel (II). If the valve is opened then what is the mass ratio of N_(2) is both vessel (W_(I)//W_(II)) ?

Two vessels connected by a valve of negligible volume. One container (I) has 2.8 g of N_(2) at temperature T_(1) (K) . The other container (II) is completely evacuated. The container (I) is heated to T_(2)(K) while container (II) is maintained at T_(2)//3(K) . volume of vessel (I) is half that of vessel (II). If the valve is opened then what is the mass ratio of N_(2) is both vessel (W_(I)//W_(II)) ?

Two vessels connected by a valve of negligible volume. One container (I) has 2.8 g of N_(2) at temperature T_(1) (K) . The other container (II) is completely evacuated. The container (I) is heated to T_(2)(K) while container (II) is maintained at T_(2)//3(K) . volume of vessel (I) is half that of vessel (II). If the valve is opened then what is the mass ratio of N_(2) is both vessel (W_(I)//W_(II)) ?

Two vessels are connected by a valve of negligible volume. One container, A has 2.8 g N_(2) at T_(1)K . The other container, B is completely evacuated. The container A is heated to T_(2)K , while container B is maintained at T_(2)/3 K . Volume of A is half that of B. If the valve is opened, then

Two vessels are connected by a valve of negligible volume. One container, A has 2.8 g N_(2) at T_(1)K . The other container, B is completely evacuated. The container A is heated to T_(2)K , while container B is maintained at T_(2)/3 K . Volume of A is half that of B. If the valve is opened, then

Two adiabatic containers have volumes V_(1) and V_(2) respectively. The first container has monoatomic gas at pressure p_(1) and temperature T_(1) . The second container has another monoatomic gas at pressure p_(2) and temperature T_(2) . When the two containers are connected by a narrow tube, the final temperature and pressure of the gases in the containers are P and T respectively. Then

Two adiabatic containers have volumes V_(1) and V_(2) respectively. The first container has monoatomic gas at pressure p_(1) and temperature T_(1) . The second container has another monoatomic gas at pressure p_(2) and temperature T_(2) . When the two containers are connected by a narrow tube, the final temperature and pressure of the gases in the containers are P and T respectively. Then

A closed vessel of fixed volume is filled with 3.2g O_(2) at a pressure of P atm and at a temperature of TK. The container is then heated to a temperature of (T+30)K. to maintain the pressure of P atm inside the container at (T+30)K, a certain amount of gas is removed from the container. the gas removed is found to have a volume of 246 mL at 1 atm and 27^(@)C . calculate T.